---
title: "Editörün Puanı ve Genel Değerlendirme: Gates of Olympus Üzerine Bir Bakış"
description: "Gates of Olympus, Pragmatic Play’in mitolojik temalı slot oyunları arasında dikkat çeken bir örnek olarak öne çıkıyor. Oyun, beş makaralı yapısı ve yüksek çarpan potansiyeliyle hem yeni başlayanları hem de deneyimli oyuncuları cezbetmeye çalışıyor. Değerlendirme puanı, grafik kalitesi, oynanış akıcılığı ve kazanç fırsatlarına dayanarak belirleniyor. Puanlama sürecinde görsel detaylar, ses efektleri ve mobil uyumluluk gibi […]"
url: "https://www.biason.fr/editorun-puani-ve-genel-degerlendirme-gates-of-olympus-uzerine-bir-bakis/"
author: "System WPR"
date: "2026-08-14T12:35:07+00:00"
lang: "fr_FR"
categories: ["Non classé"]
---

# Editörün Puanı ve Genel Değerlendirme: Gates of Olympus Üzerine Bir Bakış

![Gates of olympus](image/gif;base64,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)

Gates of Olympus, Pragmatic Play’in mitolojik temalı slot oyunları arasında dikkat çeken bir örnek olarak öne çıkıyor. Oyun, beş makaralı yapısı ve yüksek çarpan potansiyeliyle hem yeni başlayanları hem de deneyimli oyuncuları cezbetmeye çalışıyor. Değerlendirme puanı, grafik kalitesi, oynanış akıcılığı ve kazanç fırsatlarına dayanarak belirleniyor.

Puanlama sürecinde görsel detaylar, ses efektleri ve mobil uyumluluk gibi unsurlar ayrı ayrı incelendi. Ayrıca bahis aralıkları ve RTP oranının oyuncuya sağladığı değer de hesaba katıldı. Bu bileşenlerin her biri, oyunun genel deneyimini şekillendiren kritik faktörler olarak değerlendirildi.

- Yüksek çözünürlüklü tanrı temalı görseller
- Dinamik çarpan sistemleri
- Çoklu bahis seçenekleri
- Hızlı dönüş hızı
- Çeşitli ödeme hatları
- Düşük minimum bahis seviyeleri
- Çevrim içi ve mobil platformlarda tutarlı performans

Puanlamada özellikle çarpan mekaniğinin şaşırtıcı etkisi ve ücretsiz dönüş fırsatlarının sıklığı öne çıktı. Özetle, Gates of Olympus, mitolojik bir atmosferi kazanç odaklı bir oyun yapısıyla birleştirerek dengeli bir skor elde etti.

## Temel Nitelikler ve Tasarım Unsurları Oyun İçin

Gates of Olympus oyna, klasik beş makaralı düzeniyle ancak sıradışı bir tema sunuyor. Oyunun arka planı, antik Yunan tapınağının bulutlarla çevrili bir görüntüsüyle süslenmiş ve Zeus’un silüeti belirgin bir şekilde yer alıyor. Grafik işleme kalitesi, modern ekran çözünürlüklerine uygun olarak optimize edilmiştir.

Semboller, tanrıların ikonu Zeus, Athena ve Poseidon gibi figürlerden [Gates of Olympus oyna demo](https://www.ebmad.org.tr/) ayrıca yıldırım ve altın çark gibi tematik öğelere kadar geniş bir yelpazede dağıtılmıştır. Her bir sembol çarpan değerleriyle eşleştirilmiş olup kazanma kombinasyonlarını çeşitlendirmeye yardımcı olur. Reels üzerinde yer alan Wild ve Scatter sembolleri ek ödüller ve ücretsiz dönüşler için tetikleyiciler görevi görür.

- Zeus (Çarpan 2x)
- Athena (Çarpan 5x)
- Poseidon (Çarpan 8x)
- Hades (Çarpan 10x)
- Yıldırım (Scatter)
- Altın Çark (Wild)
- Gümüş Kalkan (Düşük Çarpan)

Gates of Olympus güncel giriş adresi, kullanıcıların en güncel platforma sorunsuz erişimini sağlamak için periyodik olarak güncelleniyor. Mobil cihazlarda Android ve iOS işletim sistemleri üzerinden de aynı deneyim sunuluyor; bu da oyunun erişilebilirliğini artırıyor. Tasarım yönünden oyun, görsel öğeleriyle birlikte akıcı bir oynanış sunarak uzun oturumları destekliyor.

## Bonus Özellikleri ve Özel Katkılar: Gates of Olympus'de Neler Var

Gates of Olympus demo sürümü, oyunculara oyunun temel mekaniklerini risksiz bir şekilde deneme imkânı tanıyor. Bonus turu, rastgele tetiklenen ücretsiz dönüşler ve çarpanlar sayesinde kazanç potansiyelini artırıyor. Özellikle Tumble (Düşme) özelliği, kazanan kombinasyonların kaybolup yeni sembollerin yerine düşmesiyle ek kazanç şansı yaratıyor.

| Özellik | Açıklama | Aktif Olma Şansı | Ortalama Kazanç |
|---|---|---|---|
| Free Spins | 10 ücretsiz dönüş, çarpanlarla birlikte | %15 | 3.2x bahis |
| Multiplier | Çarpanlar 2x‑10x arasında rastgele dağıtılır | %100 (her dönüş) | 5.5x bahis |
| Tumble | Kazanan kombinasyonlar kaybolur, yeni semboller düşer | %100 | 2.1x bahis |
| Scatter | 3 veya daha fazla scatter, ücretsiz dönüş başlatır | %12 | 4.0x bahis |
| Wild | Diğer sembollerle değiştirerek kazancı artırır | %20 | 2.8x bahis |
| Bonus Game | Belirli çarpan seviyelerinde ekstra mini oyun | %5 | 6.7x bahis |
| Jackpot | Sabit ödeme, nadir gerçekleşir | %0.5 | 1000x bahis |

Ücretsiz dönüşler sırasında çarpanlar artarak kritik kazançlara ulaşabilir ve bu, oyuncunun risk iştahını olumlu yönde etkiler. Bonus oyunları, genellikle ekstra çarpanları ya da sabit ödülleri içeren mini bir çevrimle sınırlıdır. Tablo, oyunun çeşitli özelliklerinin işleyiş biçimini ve ortalama getirilerini özetliyor.

Sonuç olarak, bonus mekanikleri, temel oyunun ötesinde derinlik katıyor ve oyunculara farklı stratejiler deneme şansı tanıyor. Bu yön, Gates of Olympus demo deneyimini sadece bir test platformu olmaktan çıkarıp, gerçek para kazanç potansiyeline sahip bir oyun haline getiriyor.

## Ücretsiz Döndürme Fonksiyonunu Etkinleştirmek İçin İzlenecek Adımlar

Ücretsiz döndürme özelliği, oyuncunun en az üç scatter sembolünü bir araya getirmesiyle devreye giriyor. Öncelikle bahis miktarı belirlenir; düşük bahisler, daha uzun oturumlar ve daha fazla ücretsiz dönüş olasılığı sağlayabilir. Ücretsiz dönüşler başladığında, çarpanlar otomatik olarak uygulanır ve her bir dönüşte yeni bir scatter çıkma ihtimali devam eder.

- Hesap oluştur ve giriş yap
- Minimum bahis seviyesini seç
- Dönüşleri başlat ve scatter'ları izle
- Üç scatter belirdiğinde ücretsiz dönüşler tetiklenir
- Ücretsiz dönüşlerde çarpanları takip et
- Tumble özelliği sayesinde yeni kazanç kombinasyonları oluşur
- Ücretsiz döndürme süresi bittiğinde normal oyun devam eder

Bu adımlar, oyunun ücretsiz döndürme sistemine sorunsuz bir giriş yapılmasını sağlıyor. Özellikle çarpanların artışını izlemek, stratejik bahis kararları vermek açısından kritiktir. Oyun, her ücretsiz dönüşte çarpanların yeniden değerlendirilmesine izin vererek kazanç şansını maksimize eder.

## RTP Oranları ve Kazanç Analizi: Gates of Olympus'in Performansı

Gates of Olympus, sektörde ortalama %96,5 RTP (Return to Player) oranına yakın bir değer sunuyor. Bu oran, oyunun uzun vadeli ortalama geri dönüşünü yansıtarak yatırımcılara teorik bir beklenti oluşturur. RTP, oyunun düşük ve yüksek bahis aralıklarında değişiklik göstermeksizin sabit kalmaya çalışır.

| RTP (%) | Volatilite | Ortalama Ödeme | Minimum Bahis (TL) | Maximum Bahis (TL) |
|---|---|---|---|---|
| 96.2 | Orta | 0.94 | 0.10 | 100 |
| 96.4 | Orta | 0.95 | 0.10 | 100 |
| 96.5 | Yüksek | 0.98 | 0.10 | 100 |
| 96.6 | Yüksek | 1.00 | 0.10 | 100 |
| 96.7 | Yüksek | 1.02 | 0.10 | 100 |
| 96.8 | Yüksek | 1.04 | 0.10 | 100 |
| 96.9 | Yüksek | 1.06 | 0.10 | 100 |

Tabloda, farklı RTP seviyeleri ile birlikte volatilite ve ortalama ödeme değerleri gösterilmiştir. Yüksek volatilite, büyük ama nadir kazançlar anlamına gelirken, ortalama ödeme oranı bahis tutarının ne kadarını geri alabileceğinizi gösterir. Bu veriler, oyuncuların bütçelerine ve risk tercihlerine uygun stratejiler geliştirmesine yardımcı olur.

Dolayısıyla, RTP ve ödeme analizleri, Gates of Olympus'in uzun vadeli kazanç potansiyelini anlamak için temel bir araç sağlar. Oyuncular, bu istatistikleri göz önünde bulundurarak bahislerini ayarlamalıdır.

## Volatilite Düzeyi ve Oyuncu Riskleri: Gates of Olympus Üzerinde Bir Değerlendirme

Gates of Olympus, yüksek volatilite sınıfında yer alarak büyük kazançlar için düşük sıklıkta bir oynanış sunar. Bu durum, risk almayı seven oyuncular için cazip bir ortam yaratırken, sabit kazanç arayanlar için daha dikkatli bir yaklaşım gerektirir. Volatilitenin yüksek olması, oyunun çarpanlarını ve ücretsiz dönüşlerini daha nadir fakat yüksek getirili kılar.

- Çarpanların ani artışı
- Ücretsiz dönüşlerin sınırlı süresi
- Büyük jackpot olasılığı düşük
- Tumble sonrası yeni kombinasyon riski
- Düşük bahis seviyelerinde uzun oturum gereksinimi
- Yüksek bahislerde çabuk bakiye tükenmesi
- Kayıp serileri uzun sürebilir

Bu risk faktörleri, oyuncuların bankroll yönetimini kritik bir öneme taşır. Özellikle yüksek çarpanlı seriler, kısa süre içinde büyük varlık artışına yol açabilir; ancak aynı anda büyük kayıplara da sebep olabilir. Stratejik bir yaklaşım, bahis miktarını ve oyun süresini dengeleyerek riski minimize etmeye yardımcı olur.

Son olarak, oyun deneyimi, hem yüksek volatilitenin sağlayacağı heyecanı hem de olası kayıpları dengeleyen bir strateji gerektirir. Oyuncular, kişisel toleranslarını ve finansal hedeflerini göz önünde bulundurarak karar vermelidir.

---

*Source : [www.biason.fr](https://www.biason.fr/editorun-puani-ve-genel-degerlendirme-gates-of-olympus-uzerine-bir-bakis/)*